Viewing topic: Linearly Dependent

See sub-topics for Linearly Dependent ... >> Mathematics >> Differential Equations >> Linearly Dependent

Highest Rated Sign

No video has been submitted for this term

Nobody has posted a sign yet.

Linearly Dependent

  • Definition: A set of vectors is linearly independent if one of them can be written as a linear combination of the others. We say that matrices A_1, A_2, … , A_k of the same size are linearly dependent if there are nontrivial coefficients that satisfy the equation (c_1)A_1 + (c_2)A_2 + ... + (c_k)A_k = O.

    Source: Linear Algebra: A Modern Introduction, 3rd edition by David Poole (note-custom edition titled Matrix Algebra)

  • Listed under: Linear Algebra, Abstract Algebra, Differential Equations

  • There are no comments for this topic.